@keyframes rwdcur152604 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoklEQVRYheVXPW/TQBh+jKIEJV2wkIU8ZClUDVuQWDOkSzpkQCyZOrn/oBMLYmHiHzRTd5ShQ7o0Q1YkwkSqlkpRkazIIHcpKK2QjiG8x+vz3eWSiIlHsi733sfzvB8+X4D/Hd6CcfGvee6ZBvoliEknAgBQa4NuzqQTYdKJ0C+ZHdEq65cgnr96l7E9fH2A72/yNgIfIzsXNe51sXub58sZJp1IAMBGbVtudn54ZHIAALC1v5ebs7W/J0XdjM+MIgq8Q6Ei8jQMcH54hPuPgszm1XYLAHB1fCJtfM5smsj1fpzI/WqI0O91BRchf/RLELUX85Bt1LaRhkFmY5W02m5lBOhAQvw4kbab8VkmErkiJLWqV5y4UCkDAAqVsvZR16dhIB1SUdAZ+eRCpYyw2ciML+rrUkPRUGF8DWnhrx8/EQ+G8iHw39QnG6XLBRkBPPwcYbOR89IEEsFTYYM2BRyqN/FgKAURmRoNwsXL7Nqvf9oigNPi/I0zpkAl1fVdorJzBzz7fJl7du7m49YIuOTSRcSDx5u4/nKZ6RMyEaATSwceBdd6ACCJiZRasjulYJkidBHBo2EUYAo/FyKEQJqMcnNMRamDUwRM5NffPgEA0mQkhejIVc+NNcBhO+eFEPA8D35Qhx/UraJVclXEUhEgcvKcwEXoaoXnXO1bX8Or4xNjLaTJCH5Ql60Jp0Xg49NNrX2hAJ0Iz/OkAA41CvFgiCfv/6ZxNk3gx8nizzFfwEWoIEKT92Gz4XSQaQXwCwSw3NdNRbXdsq7PCeCn4WyarEXuAmMK1CisA9ulVgrYvYU37nUB2L8Jq5D7cSIdUm/GuWs5XU75zRiYX7NXIQegrX6jAJuIVUCef3h74PbHxCRiHZjIrQJIxNrsgJEcAH4DsgJKaweTyDMAAAAASUVORK5CYII=) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur152604 1.3333333333333s linear infinite forwards;
}
